Inflation and Universe complexity
Journeau, Philippe (Discinnet Labs)

Relationships between space and time dimensions are complex. Time is measured through “light emitting signals” in Robertson’s grounding papers but covariant at gravitational space-time level while on the contrary space inflates versus time at inflation or even pre-inflationary eras, such as discussed by Sanchez & de Vega. We propose a ladder of time measures precisely related to complexity levels evolving through universe classical major phase transitions, each of which may be interpreted as a universe specific topology. We briefly show that this solution, which appears compatible with most of the standard model of cosmology, brings a novel interpretation and elements of solutions to several current cosmological questions, such as singularity, thermal state, flatness, matter creation, CMB quadrupole, homogeneity, density fluctuations and cosmological constant issues.